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Results: 1-22 |
Results: 22
STIRLING NUMBER IDENTITIES - INTERCONSISTENCY OF Q-ANALOGS
Authors: KATRIEL J
Citation: J. Katriel, STIRLING NUMBER IDENTITIES - INTERCONSISTENCY OF Q-ANALOGS, Journal of physics. A, mathematical and general, 31(15), 1998, pp. 3559-3572
PRODUCTS OF ARBITRARY CLASS-SUMS IN THE SYMMETRICAL GROUP
Authors: KATRIEL J
Citation: J. Katriel, PRODUCTS OF ARBITRARY CLASS-SUMS IN THE SYMMETRICAL GROUP, International journal of quantum chemistry, 70(3), 1998, pp. 429-440
CLASS-SUM PRODUCTS IN THE SYMMETRICAL GROUP - COMBINATORIAL INTERPRETATION OF THE REDUCED CLASS COEFFICIENTS
Authors: KATRIEL J
Citation: J. Katriel, CLASS-SUM PRODUCTS IN THE SYMMETRICAL GROUP - COMBINATORIAL INTERPRETATION OF THE REDUCED CLASS COEFFICIENTS, International journal of quantum chemistry, 68(2), 1998, pp. 103-118
CLASS-SUM PRODUCTS IN THE SYMMETRICAL GROUP - MINIMALLY-CONNECTED REDUCED CLASS COEFFICIENTS
Authors: KATRIEL J
Citation: J. Katriel, CLASS-SUM PRODUCTS IN THE SYMMETRICAL GROUP - MINIMALLY-CONNECTED REDUCED CLASS COEFFICIENTS, Mathematical and computer modelling, 26(8-10), 1997, pp. 161-167
PRODUCTS OF CLASS SUMS OF THE SYMMETRICAL GROUP - RULES OF PARTIAL ELIMINATION
Authors: KATRIEL J
Citation: J. Katriel, PRODUCTS OF CLASS SUMS OF THE SYMMETRICAL GROUP - RULES OF PARTIAL ELIMINATION, International journal of quantum chemistry, 63(5), 1997, pp. 961-979
EXPLICIT EXPRESSIONS FOR THE CENTRAL CHARACTERS OF THE SYMMETRICAL GROUP
Authors: KATRIEL J
Citation: J. Katriel, EXPLICIT EXPRESSIONS FOR THE CENTRAL CHARACTERS OF THE SYMMETRICAL GROUP, Discrete applied mathematics, 67(1-3), 1996, pp. 149-156
THE Q-ZASSENHAUS FORMULA
Authors: KATRIEL J RASETTI M SOLOMON AI
Citation: J. Katriel et al., THE Q-ZASSENHAUS FORMULA, letters in mathematical physics, 37(1), 1996, pp. 11-13
RECURSIVELY MINIMALLY-DEFORMED OSCILLATORS
Authors: KATRIEL J QUESNE C
Citation: J. Katriel et C. Quesne, RECURSIVELY MINIMALLY-DEFORMED OSCILLATORS, Journal of mathematical physics, 37(4), 1996, pp. 1650-1661
SYMMETRY ADAPTATION OF MANY-PARTICLE STATES WITH RESPECT TO BOTH O(4)AND THE SYMMETRICAL GROUP
Authors: NOVOSELSKY A KATRIEL J GILMORE R
Citation: A. Novoselsky et al., SYMMETRY ADAPTATION OF MANY-PARTICLE STATES WITH RESPECT TO BOTH O(4)AND THE SYMMETRICAL GROUP, Annals of physics, 246(1), 1996, pp. 166-189
SYMMETRY ANALYSIS OF MANY-BODY WAVE-FUNCTIONS, WITH APPLICATIONS TO THE NUCLEAR SHELL-MODEL
Authors: NOVOSELSKY A KATRIEL J
Citation: A. Novoselsky et J. Katriel, SYMMETRY ANALYSIS OF MANY-BODY WAVE-FUNCTIONS, WITH APPLICATIONS TO THE NUCLEAR SHELL-MODEL, Physical review. C. Nuclear physics, 51(1), 1995, pp. 412-415
ORDERING RELATIONS FOR Q-BOSON OPERATORS, CONTINUED-FRACTION TECHNIQUES AND THE Q-CBH ENIGMA
Authors: KATRIEL J DUCHAMP G
Citation: J. Katriel et G. Duchamp, ORDERING RELATIONS FOR Q-BOSON OPERATORS, CONTINUED-FRACTION TECHNIQUES AND THE Q-CBH ENIGMA, Journal of physics. A, mathematical and general, 28(24), 1995, pp. 7209-7225
REPRESENTATION-THEORETIC DERIVATION OF THE TEMPERLEY-LIEB-MARTIN ALGEBRAS
Authors: BRZEZINSKI T KATRIEL J
Citation: T. Brzezinski et J. Katriel, REPRESENTATION-THEORETIC DERIVATION OF THE TEMPERLEY-LIEB-MARTIN ALGEBRAS, Journal of physics. A, mathematical and general, 28(18), 1995, pp. 5305-5312
THE FUNDAMENTAL INVARIANT OF THE HECKE ALGEBRA H-N(Q) CHARACTERIZES THE REPRESENTATIONS OF H-N(Q), S-N, SUQ(N), AND SU(N)
Authors: KATRIEL J ABDESSELAM B CHAKRABARTI A
Citation: J. Katriel et al., THE FUNDAMENTAL INVARIANT OF THE HECKE ALGEBRA H-N(Q) CHARACTERIZES THE REPRESENTATIONS OF H-N(Q), S-N, SUQ(N), AND SU(N), Journal of mathematical physics, 36(9), 1995, pp. 5139-5158
NONIDEAL LASERS, NONCLASSICAL LIGHT, AND DEFORMED PHOTON STATES
Authors: KATRIEL J SOLOMON AI
Citation: J. Katriel et Ai. Solomon, NONIDEAL LASERS, NONCLASSICAL LIGHT, AND DEFORMED PHOTON STATES, Physical review. A, 49(6), 1994, pp. 5149-5151
HYPERSPHERICAL FUNCTIONS WITH ARBITRARY PERMUTATIONAL SYMMETRY
Authors: NOVOSELSKY A KATRIEL J
Citation: A. Novoselsky et J. Katriel, HYPERSPHERICAL FUNCTIONS WITH ARBITRARY PERMUTATIONAL SYMMETRY, Physical review. A, 49(2), 1994, pp. 833-846
SYMMETRIZED HARMONIC-OSCILLATOR SU3 STATES FOR MULTI-CLUSTER SYSTEMS
Authors: NOVOSELSKY A KATRIEL J
Citation: A. Novoselsky et J. Katriel, SYMMETRIZED HARMONIC-OSCILLATOR SU3 STATES FOR MULTI-CLUSTER SYSTEMS, ZEITSCHRIFT FUR PHYSIK A-HADRONS AND NUCLEI, 349(3-4), 1994, pp. 343-344
A NO-GO THEOREM FOR A LIE-CONSISTENT Q-CAMPBELL-BAKER-HAUSDORFF EXPANSION
Authors: KATRIEL J SOLOMON AI
Citation: J. Katriel et Ai. Solomon, A NO-GO THEOREM FOR A LIE-CONSISTENT Q-CAMPBELL-BAKER-HAUSDORFF EXPANSION, Journal of mathematical physics, 35(11), 1994, pp. 6172-6178
HARMONIC-OSCILLATOR SU3 STATES WITH ARBITRARY PERMUTATIONAL SYMMETRY
Authors: NOVOSELSKY A KATRIEL J
Citation: A. Novoselsky et J. Katriel, HARMONIC-OSCILLATOR SU3 STATES WITH ARBITRARY PERMUTATIONAL SYMMETRY, Annals of physics, 229(1), 1994, pp. 55-75
MULTIMODE Q-COHERENT STATES
Authors: SOLOMON AI KATRIEL J
Citation: Ai. Solomon et J. Katriel, MULTIMODE Q-COHERENT STATES, Journal of physics. A, mathematical and general, 26(20), 1993, pp. 5443-5447
FRACTIONAL QUANTUM HALL-EFFECT STUDIED BY MEANS OF A NONSPURIOUS BASIS-SET
Authors: GOVARI A MANN A KATRIEL J
Citation: A. Govari et al., FRACTIONAL QUANTUM HALL-EFFECT STUDIED BY MEANS OF A NONSPURIOUS BASIS-SET, Physical review. B, Condensed matter, 48(15), 1993, pp. 11404-11407
EIGENVALUES OF SINGLE-CYCLE CLASS-SUMS IN THE SYMMETRICAL GROUP .2.
Authors: KATRIEL J PAUNCZ R
Citation: J. Katriel et R. Pauncz, EIGENVALUES OF SINGLE-CYCLE CLASS-SUMS IN THE SYMMETRICAL GROUP .2., International journal of quantum chemistry, 48(2), 1993, pp. 125-134
PRODUCTS OF CLASS-SUMS OF THE SYMMETRICAL GROUP - GENERALIZING THE RECURRENCE RELATIONS
Authors: KATRIEL J
Citation: J. Katriel, PRODUCTS OF CLASS-SUMS OF THE SYMMETRICAL GROUP - GENERALIZING THE RECURRENCE RELATIONS, International journal of quantum chemistry, 47(4), 1993, pp. 243-260
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